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de snelste manier is de getallenlichamenzeef, gevolgd door de kwadratische zeef.
the second fastest is the multiple polynomial quadratic sieve and the fastest is the general number field sieve.
Last Update: 2016-03-03
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de zeefmethoden die in dit artikel worden besproken zijn niet nauw verwant aan de zzefmethode om priemfactoren te ontbinden zoals de kwadratische zeef en de algemene getallenlichamenzeef.
compared with other methods in number theory, sieve theory is comparatively "elementary", in the sense that it does not necessarily require sophisticated concepts from either algebraic number theory or analytic number theory.
Last Update: 2016-03-03
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deze versie, die de speciale getallenlichamenzeef (in het engels: special number field sieve of snfs) heet, kan alleen worden gebruikt voor getallen van de vorm formula_1 met formula_2 groot en formula_3 en formula_4 klein.
it is a generalization of the special number field sieve: while the latter can only factor numbers of a certain special form, the general number field sieve can factor any number apart from prime powers (which are trivial to factor by taking roots).
Last Update: 2016-03-03
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